A two-component model to analyze both soft and hard hadronic processes at h
igh energies is suggested. The model is based on the topological 1/N expans
ion of the scattering amplitude and the theory of the supercritical Pomeron
. The longitudinal component is given by the string model and determines th
e behavior of the cross section on longitudinal variables. The dependence o
n the transverse momentum is calculated on the basis of a two-gluon Pomeron
model in which the Pomeron is modeled as an exchange of two nonperturbativ
e gluons whose propagator is finite at q(2)=0. Hard scattering of quarks on
the ends of quark-gluon strings is calculated as a sequence of multi-Pomer
on exchanges. It is shown that the propagator which vanishes as (q(2))(-3)
or faster allows one to reproduce hard distributions of secondary hadrons.
The model is used to analyze the inclusive spectra of hadrons on the Feynma
n variable x(F) and transverse momentum p(perpendicular to) up to 10 GeV/c
in a wide energy interval.